In [0]:
%matplotlib inline
import warnings
warnings.filterwarnings("ignore")



import pandas as pd
import seaborn as sns
import matplotlib.pyplot as plt
import numpy as np
from sklearn.model_selection import train_test_split

import math as m
In [2]:
from google.colab import drive
drive.mount('/content/gdrive')
Drive already mounted at /content/gdrive; to attempt to forcibly remount, call drive.mount("/content/gdrive", force_remount=True).
In [0]:
dataset_url = '/content/gdrive/My Drive/case_studies/UT_Data_Complex/new_df.csv'
data = pd.read_csv(dataset_url)
In [4]:
data.head()
Out[4]:
Unnamed: 0 acc_X acc_Y acc_Z linearacc_X linearacc_Y linearacc_Z gyro_X gyro_Y gyro_Z mag_X mag_Y mag_Z labels Activity_Name velx vely velz distx disty distz mag_vel mag_dist mag_acc mag_lacc mag_gyro mag_magnet jerkx jerky jerkz mag_jerk gjerkx gjerky gjerkz mag_gjerk
0 0 -5.924900 -10.978 1.00790 -5.3538 -1.2218 1.82100 -3.6328 -0.64599 -0.56016 21.12 42.60 15.78 11111 walk 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 12.515462 5.785500 3.732066 50.098132 -51.75500 200.90000 -398.39500 449.174761 33.855 -115.4855 -119.7770 169.792790
1 1 -6.960000 -12.136 0.28603 -5.4353 -2.4642 0.84062 -2.9557 -0.34147 -0.60598 20.82 42.60 16.74 11111 walk -0.107076 -0.024436 0.036420 -0.001071 -0.000244 0.000364 0.115710 0.001157 13.993066 6.026725 3.036441 50.283795 149.82500 408.62500 -212.47650 484.322397 49.070 -81.6415 -68.4160 117.277229
2 2 -3.963500 -15.568 -3.37780 -2.3250 -5.9283 -2.62940 -1.9743 -2.27580 -0.76908 20.64 42.36 17.34 11111 walk -0.215782 -0.073720 0.053232 -0.001108 -0.000498 0.000175 0.234158 0.001228 16.415891 6.889420 3.109439 50.210107 195.45095 775.67595 166.16595 816.997782 -38.225 -23.1500 -98.4860 108.150660
3 3 -0.054481 -15.677 -4.44020 1.2882 -6.0468 -3.16490 -2.7388 -3.08000 -0.89247 20.40 42.06 18.36 11111 walk -0.262282 -0.192286 0.000644 -0.000487 -0.001196 -0.000522 0.325217 0.001393 16.293762 6.945491 4.217099 50.222437 20.43055 801.55650 239.71650 836.883642 -0.155 16.9050 -92.4715 94.004156
4 4 0.354130 -13.048 -2.57420 1.5373 -3.4059 -1.23460 -2.7419 -0.46853 -0.94287 20.34 42.06 19.02 11111 walk -0.236518 -0.313222 -0.062654 0.000248 -0.001233 -0.000643 0.397460 0.001413 13.304218 3.935439 2.937097 50.443231 -28.60300 641.50350 117.81350 652.859015 36.500 -77.1685 -53.4515 100.718867
In [0]:
data.drop('Unnamed: 0', 1, inplace=True)
In [6]:
data.head(2)
Out[6]:
acc_X acc_Y acc_Z linearacc_X linearacc_Y linearacc_Z gyro_X gyro_Y gyro_Z mag_X mag_Y mag_Z labels Activity_Name velx vely velz distx disty distz mag_vel mag_dist mag_acc mag_lacc mag_gyro mag_magnet jerkx jerky jerkz mag_jerk gjerkx gjerky gjerkz mag_gjerk
0 -5.9249 -10.978 1.00790 -5.3538 -1.2218 1.82100 -3.6328 -0.64599 -0.56016 21.12 42.6 15.78 11111 walk 0.000000 0.000000 0.00000 0.000000 0.000000 0.000000 0.00000 0.000000 12.515462 5.785500 3.732066 50.098132 -51.755 200.900 -398.3950 449.174761 33.855 -115.4855 -119.777 169.792790
1 -6.9600 -12.136 0.28603 -5.4353 -2.4642 0.84062 -2.9557 -0.34147 -0.60598 20.82 42.6 16.74 11111 walk -0.107076 -0.024436 0.03642 -0.001071 -0.000244 0.000364 0.11571 0.001157 13.993066 6.026725 3.036441 50.283795 149.825 408.625 -212.4765 484.322397 49.070 -81.6415 -68.416 117.277229
In [7]:
data[89999:179999].head(5)
Out[7]:
acc_X acc_Y acc_Z linearacc_X linearacc_Y linearacc_Z gyro_X gyro_Y gyro_Z mag_X mag_Y mag_Z labels Activity_Name velx vely velz distx disty distz mag_vel mag_dist mag_acc mag_lacc mag_gyro mag_magnet jerkx jerky jerkz mag_jerk gjerkx gjerky gjerkz mag_gjerk
89999 -1.4438 -9.8748 -0.245170 0.67619 -0.311780 0.22988 0.34636 -0.21289 -0.11118 5.52 40.80 -15.12 11112 stand 0.013524 -0.006236 0.004598 0.000135 -6.235600e-05 0.000046 0.015586 0.000156 9.982802 0.779285 0.421484 43.860287 3.405 424.955 -56.52650 428.711548 -0.3970 27.5655 22.4800 35.571966
90000 -1.3757 -9.7385 -0.027241 0.71798 -0.166380 0.37364 0.33842 -0.18998 -0.13103 5.52 40.68 -15.36 11112 stand 0.014360 -0.003328 0.007473 0.000144 -3.327600e-05 0.000075 0.016526 0.000165 9.835226 0.826308 0.409621 43.832207 -5.445 412.695 -72.86795 419.114005 -3.3290 23.0910 20.1435 30.822672
90001 -1.4846 -9.6841 -0.136200 0.59140 -0.106660 0.22973 0.27184 -0.18295 -0.13836 5.58 40.68 -15.54 11112 stand 0.011828 -0.002133 0.004595 0.000118 -2.133200e-05 0.000046 0.012867 0.000129 9.798183 0.643355 0.355684 43.903194 -4.770 405.205 -72.19000 411.612975 -3.2685 19.4710 17.2415 26.212063
90002 -1.5800 -9.5887 -0.122580 0.45392 0.000646 0.15613 0.20647 -0.28894 -0.12614 5.46 40.56 -16.14 11112 stand 0.009078 0.000013 0.003123 0.000091 1.292000e-07 0.000031 0.009600 0.000096 9.718775 0.480021 0.376865 43.993463 11.580 412.015 -61.29100 416.709783 -3.1460 21.6245 13.4845 25.677774
90003 -1.3484 -9.6296 -0.108960 0.65888 -0.033363 0.12272 0.14355 -0.31093 -0.10782 5.28 40.50 -16.38 11112 stand 0.013178 -0.000667 0.002454 0.000132 -6.672600e-06 0.000025 0.013421 0.000134 9.724158 0.671041 0.359039 44.004918 3.405 417.465 -58.56700 421.566974 -1.4810 21.2430 11.0875 24.008146
In [0]:
from scipy import signal
L=5 #L-point filter
b = (np.ones(L))/L #numerator co-effs of filter transfer function
a = np.ones(1)  #denominator co-effs of filter transfer function
x = np.random.randn(10) #10 random samples for x
y = signal.convolve(x,b) #filter output using convolution
 
y = signal.lfilter(b,a,x) #filter output using lfilter function
In [9]:
y
Out[9]:
array([ 0.07991478,  0.42376128,  0.17708038,  0.01610647,  0.05401391,
       -0.05873178, -0.61582661, -0.17609488,  0.2739281 ,  0.53519906])
In [10]:
print(b,a,x)
[0.2 0.2 0.2 0.2 0.2] [1.] [ 0.3995739   1.71923249 -1.23340449 -0.80486952  0.18953717 -0.16415453
 -1.06624168  0.96525418  1.44524537  1.49589199]
In [0]:
y = signal.convolve(x,b) #filter output using convolution
In [0]:
x = data[89999:179999]['mag_acc'].tolist()
In [13]:
len(x)
Out[13]:
90000
In [0]:
from scipy import signal
L=900 #L-point filter
b = (np.ones(L))/L #numerator co-effs of filter transfer function
a = np.ones(1)  #denominator co-effs of filter transfer function
#x = np.random.randn(10) #10 random samples for x
#y = signal.convolve(x,b) #filter output using convolution
 
y = signal.lfilter(b,a,x) #filter output using lfilter function
In [15]:
len(y)
Out[15]:
90000
In [16]:
print(x)
[9.982802302404874, 9.83522622068659, 9.798182505444569, 9.71877531103585, 9.724158112741687, 9.771792730307986, 9.768785376498963, 9.512236034440065, 9.7801842396961, 9.945450965084492, 9.956860096785732, 10.038133379134788, 9.972691265254381, 9.905798305356313, 10.231824063386744, 10.2831645763792, 10.34148077455545, 10.410366912739628, 10.315407130010136, 9.907431712819475, 9.748904943786302, 9.657734165864163, 9.451612529616307, 9.459715334850197, 9.509788151129396, 9.753206153843003, 9.930569222323614, 9.930569222323614, 9.930569222323614, 10.110058238198288, 10.15042525210151, 10.13738150093011, 10.08445405083488, 10.098859574630195, 9.971298352075321, 9.946687232948467, 9.964933480906934, 9.808043226459596, 9.641200605754449, 9.672396613502778, 9.830312929530779, 9.91863751010692, 10.012789185956127, 10.042307776721444, 9.898489030922043, 9.780344763764722, 9.796004590796187, 9.791551067369255, 9.81163796468765, 9.846680253616649, 9.82638027664923, 9.837462603299745, 9.832296148475237, 9.8462283444779, 9.849008342065764, 9.801750502093183, 9.814998475769672, 9.807628109860254, 9.906105944764573, 9.869586146384254, 9.83540538513792, 9.774584632365919, 9.710245536545406, 9.817908903065863, 9.831954462209637, 9.852877584873363, 9.86912832133112, 9.845497881818877, 9.783477754505297, 9.812368826379288, 9.897746598741556, 9.861104696579382, 9.834354852373387, 9.807009595942077, 9.827181344561623, 9.727338056349227, 9.780850469509287, 9.817569073477404, 9.851237373086693, 9.814164443502056, 9.814164443502056, 9.854588064069445, 9.895062951598641, 9.822924511513868, 9.823718503402873, 9.886735442303491, 9.79007412148141, 9.84701184019294, 9.837373643757768, 9.909584530185917, 9.87375025003671, 9.875006500357351, 9.778737543410195, 9.796167539507476, 9.876327240776297, 9.915382763005168, 9.836113472144369, 9.818368989480893, 9.91812479723864, 9.888908813964257, 9.923874864532502, 9.905495933414944, 9.871007840767831, 9.920668445770174, 9.876361179245118, 9.938613930428128, 9.852301894608184, 9.850372332094864, 9.812433896791356, 9.809214558204953, 9.86877457861917, 9.85014237428069, 9.927969018505244, 9.829153204238908, 9.788517975853138, 9.814582312640717, 9.80134021103257, 9.830887624848737, 9.836838887244213, 9.862517490559904, 9.862254177178967, 9.815082701251171, 9.856838442670146, 9.846422678765117, 9.84478628975256, 9.884143735620198, 9.813153872863708, 9.8611011186581, 9.838488225784488, 9.88260848118552, 9.828227862641363, 9.92581291254777, 9.7946516335396, 9.805169884117257, 9.805548257614156, 9.864390179448698, 9.854754136638824, 9.832101045046274, 9.859367235456848, 9.769631507736818, 9.810514598246106, 9.783779762566203, 9.827654468569802, 9.819191048905203, 9.793698235273538, 9.886266178133178, 9.895159658762461, 9.892772571549393, 9.832117517727296, 9.8199723479295, 9.822575663139483, 9.796288997926716, 9.858559535961632, 9.8219485659873, 9.810219760153183, 9.897324879102431, 9.969471663879686, 9.990569640521004, 10.009070102007481, 10.007290660938157, 9.888535035706756, 9.84147560645252, 9.815612704075074, 9.758557524659112, 9.787727312881216, 9.836450531329074, 9.793751096102248, 9.77679523423095, 9.809408377781047, 9.828726807903454, 9.841426979931363, 9.795989407017547, 9.791664055618943, 9.860905473885246, 9.870755859654317, 9.8169140615012, 9.862598306780011, 9.930389753302736, 9.905806471605427, 9.931753059258975, 9.93114321083429, 9.861497884647141, 9.838243800033624, 9.82449399078141, 9.794296993781638, 9.813099201317591, 9.816444220979406, 9.818984497899974, 9.877805905280788, 9.935042418812314, 9.86493869887188, 9.827985648386957, 9.868273267948148, 9.843702042549847, 9.838947891029813, 9.795937005330321, 9.932640892854224, 9.8783695074086, 9.846791332835279, 9.801071736544936, 9.801071736544936, 9.801071736544936, 9.819445298187672, 9.886342763631047, 9.856301024847, 9.834639841010956, 9.842863793246352, 9.850326689181431, 9.831905181850567, 9.81929606456593, 9.839067675957972, 9.814213576204716, 9.813209394839387, 9.77236570908401, 9.851095828958373, 9.824516629962005, 9.91335694854982, 9.857279870030071, 9.877805905280788, 9.826711273483108, 9.793643609321302, 9.768707150144486, 9.768450773859742, 9.885382626201173, 9.766611798182623, 9.814213576204716, 9.831643129678833, 9.845406583121086, 9.805793685335267, 9.89947028387484, 9.868155633369387, 9.848424737087702, 9.857102666203746, 9.859441972651444, 9.82026417375826, 9.918572656204118, 9.849526575546664, 9.824354141467213, 9.829179785565225, 9.811270057255586, 9.790215898150766, 9.902516719347863, 9.871429183359467, 9.84604659810632, 9.82026417375826, 9.832698952033516, 9.907746806090676, 9.900451350640537, 9.866699520577335, 9.843704108316189, 9.837415459462967, 9.873260675023424, 9.88387327743532, 9.828403379845783, 9.816857388763523, 9.828544916802283, 9.81972579513298, 9.81972579513298, 9.81681014597313, 9.862381173509773, 9.87303520415095, 9.891019154329902, 9.917852577654148, 9.891534894625806, 9.757100553566307, 9.895962264095594, 9.842347788478163, 9.840013935579767, 9.86299000162126, 9.850850874483939, 9.85283466401421, 9.836195920747057, 9.83301277225658, 9.81537453753452, 9.85080379472056, 9.910800922331203, 9.870501775091324, 9.913127557036727, 9.825971615330667, 9.79949279230308, 9.73510368780939, 9.834801835079542, 9.834801835079542, 9.866299830583095, 9.886675727224194, 9.865848557240273, 9.633149876407039, 9.821061127719346, 9.827978681910183, 9.864326610387554, 9.875632260618254, 9.8418039747276, 9.774027280097032, 9.865876763982053, 9.844752519164713, 9.837889251887317, 9.810714263314368, 9.825803945347374, 9.762982570203636, 9.832764984446694, 9.8418039747276, 9.826446351523067, 9.844429610515784, 9.85955486415898, 9.864756865305905, 9.828884643742649, 9.817717138418688, 9.824285055921374, 9.887173400669171, 9.889236412832894, 9.832117517727296, 9.811325431770165, 9.810606905227626, 9.815642882791732, 9.885385037463132, 9.851786639696378, 9.888908813964257, 9.820065827172444, 9.854302353916284, 9.957735112770372, 9.849409312446099, 9.812357165452141, 9.837704550025887, 9.853917186702963, 9.821923716100631, 9.811223650106037, 9.820648554571127, 9.87160822826757, 9.80244975005738, 9.85869974913528, 9.860421042475824, 9.860421042475824, 9.847870082225905, 9.8050090709596, 9.876353939911226, 9.831054357819411, 9.821356874811137, 9.85412657617919, 9.795611170160035, 9.856635555405353, 9.899640570715736, 9.841770672109769, 9.830677409843126, 9.841354787446901, 9.918066254189878, 9.92194711346518, 9.87160822826757, 9.826523355816137, 9.957174950436494, 9.864090213111394, 9.821946027183207, 9.808720658760755, 9.845576042568561, 9.855008255318713, 9.870803186792855, 9.813469760161286, 9.86408169432918, 9.876076112449722, 9.952579610955144, 9.869788962404412, 9.851991205076262, 9.80517027356486, 9.841882544838668, 9.878728945815851, 9.86479541411782, 9.865359759527273, 9.84637340610745, 9.84637340610745, 9.899595506125491, 9.851197168106015, 9.892098761380216, 9.676929183496178, 9.771026996298804, 9.850343297388168, 9.816244450521797, 9.831431735123832, 9.801361542989829, 9.744040982241405, 9.818290918668076, 9.863827809405434, 9.812335531715373, 9.842711842454802, 9.872876807947113, 9.81149801131815, 9.83357279959324, 9.831054357819411, 9.86479541411782, 9.811791076806518, 9.806257668570614, 9.815038073084589, 9.82344007329408, 9.837251984289107, 9.834577423051792, 9.884590060741012, 9.827667648435208, 9.847051645751637, 9.820198780314987, 9.817454078267948, 9.825469253552221, 9.835723188586591, 9.860556393170723, 9.865999089240784, 9.885056621613252, 9.887811319948415, 9.799853554135387, 9.8729181801988, 9.799541201755314, 9.843842825467096, 9.838767324116374, 9.886091364260196, 9.834428767391627, 9.823692408280095, 9.801881295042293, 9.82277703569108, 9.829407251106245, 9.897450601791352, 9.873214774170568, 9.818221501784326, 9.84906086228022, 9.876814834596225, 9.8097694930564, 9.8528548727209, 9.844395548173587, 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9.965088433004496, 10.038648390097144, 9.989341952781476, 9.989341952781476, 9.985604164996726, 10.06846492150616, 9.97711869751984, 10.02568361946456, 9.996229027988504, 10.00859842257646, 9.998293295437977, 9.954674097126436, 10.006258351371905, 9.990962069270406, 10.013968721620813, 9.994375441997363, 10.015015331970293, 10.034987804397174, 9.98125241842926, 9.99660604193243, 10.013968721620813, 9.989288384564738, 10.042786946380971, 9.975184785235811, 10.00901203813843, 10.021097039625953, 9.950251566045957, 9.978453890137489, 10.038004032097216, 10.024299228594485, 10.012940528356294, 10.065859642752823, 9.986940336739774, 10.023696790585797, 10.036689368392347, 9.978453890137489, 10.005734350381283, 10.00909790242857, 9.991273124802463, 10.011401693089734, 9.969410799540762, 9.926976948698933, 9.99660604193243, 9.942621181559721, 9.941524740521444, 10.014702713390944, 10.005284987825183, 9.911988343939877, 9.980332377230727, 9.978113399836664, 9.99327817557382, 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9.97614249084284, 10.001945631945816, 9.919645368661119, 9.997931029848123, 9.989288384564738, 9.999397323559057, 9.992266418085539, 10.009966507316594, 10.033402233519798, 10.02050030858739, 10.046218678189321, 9.985117518086604, 10.04100295438658, 9.994308391659725, 10.03240952413726, 10.016326925455258, 10.03631386017795, 9.984556667654305, 10.00625931796693, 9.991449208698404, 9.866795204502829, 9.97384910040251, 9.978453890137489, 9.929263374490578, 9.99426169147076, 9.999128527026745, 9.97412917552204, 10.007751433643824, 10.022142905566652, 10.007250157260984, 9.972069452225051, 9.981188244873453, 9.984814385235213, 10.019060525817777, 9.987896915146852, 9.954529654403569, 10.004816560537225, 9.982190958381832, 9.935878485589486, 9.939034843705901, 9.957298056280127, 9.99058486948587, 10.005284987825183, 10.007738885262745, 10.006670594138694, 9.99087750572491, 10.018703035702773, 10.011930757850855, 10.050150014183867, 9.988210372714423, 10.019625371160341, 9.97582046249831, 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9.978113399836664, 10.012485626456598, 10.007158438338028, 9.978453890137489, 10.026655002761391, 9.9831479918711, 9.979429870709048, 10.084926330638217, 10.02050030858739, 10.018265607299499, 9.980424342682028, 9.988404084757484, 9.987896915146852, 10.055167283461774, 10.007250157260984, 10.041534176110739, 10.051119032943546, 10.034354382699467, 10.035737440746443, 10.015675161685307, 9.947962858796773, 9.99426169147076, 9.99827019226826, 10.011930757850855, 10.040461490369852, 9.992893896084356, 10.014066035711966, 10.012325653792928, 10.009966507316594, 10.01093941567923]
In [17]:
print(y)
[0.011092   0.02202003 0.0329069  ... 9.99702228 9.99709693 9.99712187]

EDA

In [0]:
import matplotlib.pyplot as plt
import seaborn as sns
In [0]:
sns.set_palette("Set1", desat=0.80)
facetgrid = sns.FacetGrid(data, hue='Activity_Name', size=6,aspect=2)
facetgrid.map(sns.distplot,'mag_vel', hist=False)\
    .add_legend()
Out[0]:
<seaborn.axisgrid.FacetGrid at 0x7fa89cbbb7b8>
In [0]:
sns.set_palette("Set1", desat=0.80)
facetgrid = sns.FacetGrid(data, hue='Activity_Name', size=6,aspect=2)
facetgrid.map(sns.distplot,'mag_dist', hist=False)\
    .add_legend()
plt.xscale('log')
In [0]:
sns.set_palette("Set1", desat=0.80)
facetgrid = sns.FacetGrid(data, hue='Activity_Name', size=6,aspect=2)
facetgrid.map(sns.distplot,'mag_lacc', hist=False)\
    .add_legend()
plt.xscale('log')
In [0]:
fig, ax = plt.subplots(figsize=(25,20))         # Sample figsize in inches
sns.heatmap(data.corr(), cmap='BuGn', annot=True, linewidths=.5, ax=ax)
Out[0]:
<matplotlib.axes._subplots.AxesSubplot at 0x7fa894739128>
In [0]:
len(data)
Out[0]:
1169999
In [18]:
sns.FacetGrid(data, hue="Activity_Name", size=4) \
   .map(plt.scatter, "acc_X", "linearacc_X") \
   .add_legend();
plt.show();
In [19]:
sns.FacetGrid(data, hue="labels", size=20) \
   .map(sns.distplot, "acc_X") \
   .add_legend();
plt.show();
In [20]:
sns.boxplot(x='labels',y='acc_X', data=data)
plt.show()
In [21]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "acc_Y") \
   .add_legend();
plt.show();
In [23]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "acc_Z") \
   .add_legend();
plt.show();
In [24]:
sns.boxplot(x='labels',y='acc_Y', data=data)
plt.show()
In [25]:
sns.boxplot(x='labels',y='acc_Z', data=data)
plt.show()
In [26]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "gyro_X") \
   .add_legend();
plt.show();
In [27]:
sns.boxplot(x='labels',y='gyro_X', data=data)
plt.show()
In [28]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "gyro_Y") \
   .add_legend();
plt.show();
In [29]:
sns.boxplot(x='labels',y='gyro_Y', data=data)
plt.show()
In [30]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "gyro_Z") \
   .add_legend();
plt.show();
In [31]:
sns.boxplot(x='labels',y='gyro_Z', data=data)
plt.show()
In [32]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "linearacc_X") \
   .add_legend();
plt.show();
In [33]:
sns.boxplot(x='labels',y='linearacc_X', data=data)
plt.show()
In [34]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "linearacc_Y") \
   .add_legend();
plt.show();
In [35]:
sns.boxplot(x='labels',y='linearacc_Y', data=data)
plt.show()
In [36]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "linearacc_Z") \
   .add_legend();
plt.show();
In [37]:
sns.boxplot(x='labels',y='linearacc_Z', data=data)
plt.show()
In [38]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "mag_X") \
   .add_legend();
plt.show();
In [39]:
sns.boxplot(x='labels',y='mag_X', data=data)
plt.show()
In [40]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "mag_Y") \
   .add_legend();
plt.show();
In [41]:
sns.boxplot(x='labels',y='mag_Y', data=data)
plt.show()
In [42]:
sns.FacetGrid(data, hue="Activity_Name", size=20) \
   .map(sns.distplot, "mag_Z") \
   .add_legend();
plt.show();
In [43]:
sns.boxplot(x='labels',y='mag_Z', data=data)
plt.show()
############################ END